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time-series-forecasting-with-python

A use-case focused tutorial for time series forecasting with python

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创建于 2020-05-06 · 更新于 2026-09-26 · 今日第 14755 名
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README

:hourglass_flowing_sand: time-series-forecasting-wiki

This repository contains a series of analysis, transforms and forecasting models frequently used when dealing with time series. The aim of this repository is to showcase how to model time series from the scratch, for this we are using a real usecase dataset (Beijing air polution dataset to avoid perfect use cases far from reality that are often present in this types of tutorials. If you want to rerun the notebooks make sure you install al neccesary dependencies, Guide

You can find the more detailed toc on the main notebook

:open_file_folder: Dataset

The dataset used is the Beijing air quality public dataset. This dataset contains polution data from 2014 to 2019 sampled every 10 minutes along with extra weather features such as preassure, temperature etc. We decided to resample the dataset with daily frequency for both easier data handling and proximity to a real use case scenario (no one would build a model to predict polution 10 minutes ahead, 1 day ahead looks more realistic). In this case the series is already stationary with some small seasonalities which change every year #MORE ONTHIS

In order to obtain a exact copy of the dataset used in this tutorial please run the script under datasets/download_datasets.py which will automatically download the dataset and preprocess it for you.

📚 Analysis and transforms

  • Time series decomposition

    • Level
    • Trend
    • Seasonality
    • Noise
  • Stationarity

    • AC and PAC plots
    • Rolling mean and std
    • Dickey-Fuller test
  • Making our time series stationary

    • Difference transform
    • Log scale
    • Smoothing
    • Moving average

:triangular_ruler: Models tested

  • Autoregression (AR)

  • Moving Average (MA)

  • Autoregressive Moving Average (ARMA)

  • Autoregressive integraded moving average (ARIMA)

  • Seasonal autoregressive integrated moving average (SARIMA)

  • Bayesian regression Link

  • Lasso Link

  • SVM Link

  • Randomforest Link

  • Nearest neighbors Link

  • XGBoost Link

  • Lightgbm Link

  • Prophet Link

  • Long short-term memory with tensorflow (LSTM)Link

  • DeepAR

:mag: Forecasting results

We will devide our results wether the extra features columns such as temperature or preassure were used by the model as this is a huge step in metrics and represents two different scenarios. Metrics used were:

Evaluation Metrics

  • Mean Absolute Error (MAE)
  • Mean Absolute Percentage Error (MAPE)
  • Root Mean Squared Error (RMSE)
  • Coefficient of determination (R2)

Model

mae

rmse

mape

r2

EnsembleXG+TF

27.64

40.23

0.42

0.76

EnsembleLIGHT+TF

27.34

39.27

0.42

0.77

EnsembleXG+LIGHT+TF

27.63

39.69

0.44

0.76

EnsembleXG+LIGHT

29.95

42.7

0.52

0.73

Randomforest tunned

40.79

53.2

0.9

0.57

SVM RBF GRID SEARCH

38.57

50.34

0.78

0.62

DeepAR

71.37

103.97

0.96

-0.63

Tensorflow simple LSTM

30.13

43.08

0.42

0.72

Prophet multivariate

38.25

50.45

0.74

0.62

Kneighbors

57.05

80.39

1.08

0.03

SVM RBF

40.81

56.03

0.79

0.53

Lightgbm

30.21

42.76

0.52

0.72

XGBoost

32.13

45.59

0.56

0.69

Randomforest

45.84

59.45

1.03

0.47

Lasso

39.24

54.58

0.71

0.55

BayesianRidge

39.24

54.63

0.71

0.55

Prophet univariate

61.33

83.64

1.26

-0.05

AutoSARIMAX (1, 0, 1),(0, 0, 0, 6)

51.29

71.49

0.91

0.23

SARIMAX

51.25

71.33

0.91

0.23

AutoARIMA (0, 0, 3)

47.01

64.71

1.0

0.37

ARIMA

48.25

66.39

1.06

0.34

ARMA

47.1

64.86

1.01

0.37

MA

49.04

66.2

1.05

0.34

AR

47.24

65.32

1.02

0.36

HWES

52.96

74.67

1.11

0.16

SES

52.96

74.67

1.11

0.16

Yesterdays value

52.67

74.52

1.04

0.16

Naive mean

59.38

81.44

1.32

-0.0

:shipit: Additional resources and literature

Models not tested but that are gaining popularity

There are several models we have not tried in this tutorials as they come from the academic world and their implementation is not 100% reliable, but is worth mentioning them:

  • Neural basis expansion analysis for interpretable time series forecasting (N-BEATS) | link Code
  • ESRRN link Code

Adhikari, R., & Agrawal, R. K. (2013). An introductory study on time series modeling and forecasting [1]
Introduction to Time Series Forecasting With Python [2]
Deep Learning for Time Series Forecasting [3]
The Complete Guide to Time Series Analysis and Forecasting [4]
How to Decompose Time Series Data into Trend and Seasonality [5]

Contributing

Want to see another model tested? Do you have anything to add or fix? I'll be happy to talk about it! Open an issue/PR :)

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